Laboratoire de Physique Théorique

de la Matière Condensée

Pascal Viot

 

 



 

 

 

 

 

 



 

 

 

 

Publications

 

 

[1] Pair correlations and internal energy of the two-dimensional Coulomb gas,
  J.P. Hansen and P. Viot , Phys. Lett. A 95, 155 (1983).
[2] Two-body correlations and pair formation in the two-dimensional Coulomb gas,
  J.P. Hansen and P. Viot , J. Stat. Phys. 38, 823 (1985).
[3] Modified Born-Green-Yvon equations for the two dimensional Coulomb gas,
  P. Viot, Physica 131, 197 (1985).,
[4] Isotropic Raman study of ultrarapid proton-transfer reactions in aqueous mixtures,
  S. Bratos, G. Tarjus and P. Viot, J. Chem. Phys. 85, 803 (1986).
[5] Raman Investigation of rapid chemical reactions in liquids,
  P. Viot, G. Tarjus and S. Bratos , J. Mol. Liq. 36, 185 (1987).
[6] Isotropic Raman Study of pre-reactive, reactive and post-reactive processes in liquids,
  S. Bratos and P. Viot, in ''Reactive and flexible molecules in liquids'', p. 37-4 Nauplie Greece, Th. Dorfmüller (ed.), Kluver Academic Publisher (NATO ASI 1989).
[7] A Fokker Planck Study of Raman band shapes of chemically reactive liquids: comparison of phenomenological models,
  P. Viot, S. Bratos and G. Tarjus , J. Mol. Liq. 43, 93 (1989).
[8] Raman spectroscopy of fast pre-reactive, reactive and post-reactive molecular motions in liquids,,
  P. Viot, G. Tarjus, D. Borgis and S. Bratos, J. Chem. Phys. 90, 7022 (1989).
[9] Properties of H-bonding in the infrared spectral range
  S. Bratos, H. Ratatzak and P. Viot in '' Hydrogen-bonded liquids'', (J.C. Dore and J. Teixeira (eds.), Kluver Academic Publisher, 1991), p.221-235.
[10] Random sequential addition of unoriented squares: breakdown of Swendsen's conjecture,
  P. Viot and G. Tarjus, Europhys. Lett. 13, 295 (1990).
[11] New analytical and numerical results on virial coefficients for 2-D convex bodies,
  G. Tarjus, P. Viot, S. Ricci and J. Talbot, Mol. Phys. 73, 773 (1991).
[12] Asymptotic results for the Random Sequential Addition of Unoriented Objects, 
  G. Tarjus and P. Viot, Phys. Rev. Lett. 67, 1875 (1991). 
[13] Generalized car parking problem as a model for particle deposition with entropy activated rate process,  
  G. Tarjus and P. Viot, Phys. Rev. Lett. 68, 2354 (1992).
[14] Random sequential adsorption of anisotropic objects: I-jamming limit and asymptotic behavior,
  P. Viot, G. Tarjus, S. Ricci, and J.Talbot, J. Chem. Phys. 97 5212 (1992).
[15] Random sequential adsorption of anisotropic objects:II-low coverage kinetics, 
  S. Ricci, J. Talbot, G. Tarjus, and P. Viot, J. Chem. Phys. 97, 5219 (1992).
[16] Saturate coverage of strongly anisotropic objects in RSA, 
  P. Viot, G. Tarjus, S. Ricci, and J. Talbot, Physica A 191, 248 (1992).
[17] Computation of the free area in a 2-D configuration of anisotropic particles, 
  S.M. Ricci, J. Talbot, and P. Viot, Mol. Simul. 13, 1 (1994).
[18] Exact solution of a Generalized Ballistic Deposition Model, 
  P. Viot, G. Tarjus, and J. Talbot, Phys. Rev. E 48, 480 (1993).
[19] First-Layer Formation in Ballistic Deposition of Spherical Particles: Kinetics and Structure,.
  H.S. Choi, J. Talbot, G. Tarjus and P. Viot, J. Chem. Phys. 97, 4256 (1993).
[20] Restructuring effects in irreversible depositions of spheres on a plane,  .
  G. Tarjus, P. Viot, H.S. Choi, and J. Talbot, Phys. Rev. E 49, 3239 (1994).
[21] Exactly solvable models for irreversible adsorption with particle spreading,
  D. Boyer, G. Tarjus, J. Talbot, P. Van Tassel, and P. Viot, Phys. Rev. E 49, 5525 (1994).
[22] Pair correlation function in random sequential adsorption processes, 
  B. Bonnier, D. Boyer and P. Viot, J. Phys. A:Math. Gen. 27, 3671 (1994).
[23] A structural comparison of Random sequential adsorption and equilibrium surface phases of spherocylinders, 
  S.M. Ricci, J. Talbot, G. Tarjus, and P. Viot, J. Chem. Phys. 101, 9164 (1994).
[24] Irreversible adsorption of macromolecules at a liquid-solid interface: Theoretical studies of the effects of conformational change,
  Paul R. Van Tassel, Pascal Viot, Gilles Tarjus, and Julian Talbot, J. Chem. Phys. 101, 7064 (1994).
[25] Shattering transition in a multivariable fragmentation model, 
  D. Boyer, G. Tarjus, and P. Viot, Phys. Rev. E 51, 1043 (1995).
[26] Percolation and structural properties of particle deposits, 
  H.S. Choi, J. Talbot, G. Tarjus and P. Viot, Phys. Rev. E 51, 1353 (1995).
[27] Percus-Yevick-like integral equation for random sequential addition,
  D. Boyer, G. Tarjus, P. Viot, and J. Talbot, J. Chem. Phys. 95 1607 (1995).
[28] Kinetics of irreversible adsorption with a  particle conformational change: A density expansion approach,
  Paul R. Van Tassel, Julian Talbot, Gilles Tarjus, and Pascal Viot, Phys. Rev. E 53, 785 (1996).
[29] Pair correlation function for a generalized ballistic deposition model,
  D. Boyer, G. Tarjus and P. Viot, J. Phys. A 29, 2309 (1996).
[30] Exact solution and multifractalanalysis of multivariable fragmentation model, 
  D. Boyer, G. Tarjus and P. Viot, J. Phys. I 7, 13(1997).
[31] A kinetic model of partially reversible protein adsorption,
  Paul R. Van Tassel, Gilles Tarjus, and Pascal Viot, J. Chem. Phys. 106, 761 (1997).
[32] An exactly solvable continuum model of mutilayer irreversible adsorption,
  Paul R. Van Tassel, and Pascal Viot, Europhys. Lett. 40, 293 (1997).
[33] A distribution function analysis of the structure of depleted particle configurations,
  P.R. Van Tassel, J. Talbot, P. Viot, and G. Tarjus, Phys. Rev. E 56, R1299, (1997).
[34] Nearest-neighbor functions in a one-dimensional generalized ballistic deposition model,
  P. Viot, P.R. Van Tassel and J. Talbot, Phys. Rev. E 57, 1661 (1998).
[35] A Particle-Level Model of Irreversible Protein Adsorption with a Postadsorption Transition,
  P. R. Van Tassel, L. Guemour, J.J. Ramsden, G. Tarjus, P.Viot, and Julian Talbot,  J. of Colloid and Interface Science 207, 317 (1998).
[36] An exactly solvable kinetic model of multilayer macromolecular adsorption, 
  Paul R. Van Tassel, and Pascal Viot, p 1237, ed: F. Meunier, Fundamental of Adsorption 6(Elsevier, 1998)).
[37] Theoretical and experimental studies of protein adsorption kinetics, 
  Michelle Brusatori, Paul R. Van Tassel, Julian Talbot, Gilles Tarjus, and Pascal Viot, p485, ed: F. Meunier, Fundamental of Adsorption 6 (Elsevier, 1998).
[38] A generalized model of irreversible multilayer deposition, 
  S. Yang, P.Viot and P.R. Van Tassel, Phys. Rev. E 58, 3324 (1998).
[39] Microphase separation and modulated phases in a Coulomb frustrated Ising ferromagnet, 
  P. Viot and G. Tarjus, EuroPhys.Lett. 44, 423 (1998). 
[40] Sluggish Kinetics in the Parking Lot Model,
  J. Talbot, G. Tarjus, and P. Viot, J. Phys. A 32, 2997 (1999). 
[41] From Car Parking to Protein Adsorption: An Overview of Sequential Adsorption Processes,
  J. Talbot, G. Tarjus, P. R. Van Tassel, and P. Viot, Colloids and Surfaces A: Physicochemical and Engineering Aspects 165, 287 (2000).
[42] Enhanced Saturation Coverage in Adsorption-Desorption Processes,
  P. R. Van Tassel, P. Viot, G. Tarjus, J.J. Ramsden and J. Talbot, J. Chem. Phys. 112, 1483 (2000).
[43] The viscous slowing down of supercooled liquids as a temperature-controlled superarrhenius activated process: a description in terms of frustration-limited domains,  
  G. Tarjus, D. Kivelson, and P. Viot J. Phys : Cond. Matter. Special issue: Unifying concepts in Glass Physics 12, 6497 (2000).
[44] The adsorption-desorption model and its application to vibrated granular materials,
  J. Talbot, G. Tarjus, and P. Viot, Phys. Rev. E 61, 5429 (2000).
[45] A heterogeneous picture for alpha relaxation for fragile supercooled liquids,
  P. Viot,  G. Tarjus, and D. Kivelson, J. Chem. Phys 112 , 10368 (2000).
[46] A Phase diagram of an Ising model with long -range  frustrating interactions: a theoretical  analysis,
  M. Grousson, G. Tarjus and P. Viot. Phys. Rev. E  62, 7781 (2000).
[47] Aging and response properties in the parking lot model,
  J. Talbot, G. Tarjus and P. Viot.  Euro Phys. J. E. 5, 445 (2001).
[48]  Equilibrium and out-of-equilibrium (hysteretic) behavior of fluids in disordered porous materials: theoretical predictions,
  E. Kierlik, M. L. Rosinberg, G.Tarjus, and P. Viot. Phys. Chem. Chem. Phys. 3, 1201 (2001). 
[49]  Comment on ``Stripe Glasses: Self-Generated Randomness in a Uniformly Frustrated System'',
  M. Grousson, G. Tarjus and P. Viot. Phys. Rev. Lett. 86, 3455 (2001) 
[50] Slow dynamics, aging and history-dependent effects 
  P. Viot, J. Talbot, G. Tarjus. Fractals, 11 , 185 (2003).
[51]  A Monte Carlo study of the three-dimensional Coulomb frustrated Ising ferromagnet,
  M. Grousson, G. Tarjus and P. Viot.   Phys. Rev. E  64, 036109 (2001).
[52]  Kinetics of Heterogeneous Adsorption: Mean Field Theory and Simulations,
  W.J. Ceyrolles, P. Viot and J. Talbot.  Langmuir 18, 1112 (2002) 
[53]  ``Fragile'' glassforming behavior of a three-dimensional Ising ferromagnet with uniform frustration, 
  M. Grousson, G. Tarjus and P. Viot. J.Phys: Cond. Matter 14, 1617 (2002).
[54]  Wall-Enhanced Convection in Vibrofluidized Granular Systems,
  J. Talbot and P. Viot  Phys. Rev. Lett. 89, 064301 (2002).
[55]  Evidence for ``fragile'' glass-forming behavior in the relaxation of Coulomb frustrated three-dimensional systems.
  M. Grousson, G. Tarjus and P. Viot  Phys. Rev. E 65,   065103(R) (2002).
[56]  Locally preferred structure and frustration in glassforming behavior: a clue to polyamorphism.
  G. Tarjus C. Alba-Simionesco, M. Grousson, P. Viot and D. Kivelson J. Phys: Condens. Matter 15, S1077 (2003)
[57]  Torroidal convection rolls in a three-dimensional granular system,
  J. Talbot and P. Viot Phyica A. 317, 672 (2002).
[58]  Langevin dynamics of the Coulomb frustrated ferromagnet: a mode-coupling analysis,
  M. Grousson, V. Krakoviack, G. Tarjus and P. Viot Phys. Rev. E. 66, 026126 (2002).
[59] Optimum Monte Carlo Simulations: Some Exact Results.
  J. Talbot G. Tarjus and P. Viot J. Phys. A: Math. Gen. 36 , 9009 (2003).
[60] Causality constraints on fluctuations in cosmology: A study with exactly solvable one dimensional models, 
  A. Gabrielli, M. Joyce, B. Marcos and P. Viot Europhys. Lett.. 66 , 1, (2004).
[61] Statistical mechanical description of the parking lot model for vibrated granular materials.
  G. Tarjus and P. Viot   Phys. Rev. E. 69, 011307 (2004).
[62] Memory and Kovacs effects in the parking-lot model: an approximate statistical-mechanical treatment.
  G. Tarjus and P. Viot   in Unifying Concepts in Granular Media and Glasses M. Nicodemi, A. Coniglio, A. Fierro, and H. Herrmann ( Elsevier, Amsterdam, 2004), p. 35 .
[63] Thermalization of an anisotropic granular particle.
  P. Viot and J. Talbot Phys. Rev. E 69, 051106 (2004).
[64] Improved-spike-sorting by modeling firing statistics and burst-dependent spike amplitude attenuation: A Markov chain monte carlo approach
  C. Pouzat, M. Delescluse, P. Viot and J. Diebolt J Neurophysiol, 91: 2910 (2004).
[65] Boltzmann equation for a granular capped rectangle in a thermalized bath of hard disks
  H. Gomart, J. Talbot and P. Viot Phys. Rev. E 71, 051306 (2005).
[66] Heterogeneous ultrasonic shot peening : experiment and simulation
  M. Micoulaut, D. Retraint, P. Viot and M François , Proceeding to 9th international conference on Shot Peening (2005)
[67] Tackling out-of-equilibrium systems by computer simulation: models of irreversible and reversible adsorption
  P. Viot , Euro. J. Phys. 26, S39 (2005)
[68] The frustration-based approach of supercooled liquids and the glass transition: a review and critical assessment
  G. Tarjus, S. A. Kivelson, Z. Nussinov, P. Viot , J. Phys: Condens. Matter 17, R1143 (2005)
[69] Power law in the angular velocity distribution of a granular needle
  J. Piasecki and P. Viot , Europhys. Lett. 74, 1 (2006)
[70] Granular gases in mechanical engineering: on the origin of heterogeneous ultrasonic shot peening
  M. Micoulaut, S. Mechkov, D. Retraint, P. Viot and M. François , Granular Matter 9, 23, (2007)
[71] Exact solution of the Boltzmann equation for a granular tracer particle
  J. Piasecki, J. Talbot and P. Viot , Physica A 373, 313 (2007)
[72] Application of the Gillespie algorithm to a granular intruder particle
  J. Talbot and P. Viot , J. Phys. A: Math. Gen. 39 , 10947 (2006)
[73] Angular velocity distribution of a granular planar rotator in a thermalized bath
  J. Piasecki, J. Talbot and P. Viot , Phys. Rev. E. 75, 051307 (2007)
[74] Exactly solvable model of reversible adsorption on a disordered substrate
  J. Talbot, G. Tarjus and P. Viot , Phys. Rev. E. 76, 051106 (2007)
[75] Chirality and Z2 vortices in an Heisenberg spin model on the kagomé lattice
  J. Domenge, C. Lhuillier, L. Messio, L. Pierre. and P. Viot , Phys. Rev.B 77, 172413 (2008)
[76] Tuning the fragility of a glassforming liquid by curving space
  F. Sausset, G. Tarjus, and P. Viot , Phys. Rev. Lett., 101, 155701 (2008)
[77] Thermostatistics of a single particle on a granular dimer lattice: influence of defects
  K. Combs, J. S. Olafsen, A. Burdeau and P. Viot , Phys. Rev. E 78 042301 (2008)
[78] Equilibrium adsorption on a random site surface
  J. Talbot, G. Tarjus and P. Viot , J. Phys. Chem.B 112, 13051 (2008)
[79] Thermal destruction of chiral order in a two-dimensional model of coupled trihedra
  Laura Messio, Jean-Christophe Domenge, Claire Lhuillier, Laurent Pierre, Pascal Viot and Gregoire Misguich , Phys. Rev. B 78, 054435 (2008)
[80] Velocity-correlation distributions in granular systems
  Alexis Burdeau, Pascal Viot , Phys. Rev. E 78, 041305 (2008)
[81] Quasi-equilibrium properties of a vibrated granular bilayer system
  A. Burdeau and P. Viot , Phys. Rev. E 79, 061306 (2009)
 [82] Thermodynamics and structure of simple liquids in the hyperbolic plane
   François Sausset, Gilles Tarjus and Pascal Viot , J. Stat. Mech. P04022 (2009)
[83] Cantor set dynamics of a granular piston  
  Jaroslaw Piasecki,  Julian Talbot, Julian and Pascal Viot, J. Stat Mech  P05004 (2010)  
[84] Analysis of a class of granular motors in the Brownian limit  
  Julian Talbot, Alexis Burdeau and Pascal Viot, Phys. Rev .E 82 011135(2010)  
[85] Statistical Mechanics of liquids and fluids in curved space  
  Gilles Tarjus, François Sausset  and Pascal Viot ,  Adv. Chem. Phys. 148, 251 (2010)  
[86] Kinetic analysis of a chiral granular motor  
  Julian Talbot and Alexis Burdeau and Pascal Viot, J. Stat. Mech. P03009 (2011)  
[87] Strong ratchet effects for heterogeneous granular particles in the Brownian limit  
  Pascal Viot, Alexis Burdeau and Julian Talbot, Non equlibrium statistical Physics Today   Book Series: AIP Conference Proceedings   1332  235 (2011)  
[88] Simulation and experimental approach for shot velocity evaluation in ultrasonic shot peening  
  Badreddine, J , Rouhaud, E , Micoulaut, M ,  et al , Mechanics  & industry  12  223 (2011)  
[89] Kinetics of a frictional granular motor  
  J. Talbot, R. D. Wildman and P. Viot,   Phys. Rev. Lett,  107, 138001 (2011)  
[90] Effect of dynamic and static friction on an asymmetric granular piston  
  J. Talbot and P. Viot,   Phys. Rev. 85, 021310 (2012)  
[91] Work fluctuation theorem for a granular motor  
  J. Talbot and P. Viot,Eur. Phys. J. Special Topics , 216, 213 (2013)  
[92] Non-Markovian Models of Blocking in Concurrent and Countercurrent Flows  
  A. Gabrielli, J. Talbot and P. Viot Phys. Rev. Lett,  110, 170601 (2013)  
[93] Stochastic model of single-file flow with reversible blockage  
  Chloé Barré, Julian Talbot and Pascal Viot EPL, 104 60005 (2013)  
[94] Scaling quasistationary states in long-range systems with dissipation  
   Michael Joyce, Jules Morand, François Sicard and Pascal Viot, Phys. Rev. Lett. 112, 070602 (2014)  
[95]
Dynamics of a monodisperse Lennard-Jones system on a sphere
 
   Julien-Piera Vest, Gilles Tarjus  and  Pascal Viot Mol. Phys.  112, 1300 (2014)  
[96]

Irreversible blocking in single-file concurrent and countercurrent particulate flows

  
 

Chloé Barré, Julian Talbot and  Pascal Viot, J. Stat. Mech. P01027 (2015)

  
[97] Mode-coupling approach for the slow dynamics of a liquid on a spherical substrate  
 

Julien-Piera Vest, Gilles Tarjus  and  Pascal Viot J. Chem. Phys. 143, 084505   (2015).

  
[98]

Generalized model of blockage in particulate flow limited by channel  carrying capacity

  
 

Chloé Barré, Julian Talbot,  Pascal Viot, Luca Angelani and Andrea Gabrielli, Phys. Rev E 92, 032141, (2015)

  
[99]

Attractor non-equilibrium stationary states in perturbed long-range interacting systems

  
  Michael Joyce, Jules Morand  and Pascal Viot,  Phys. Rev. E 93, 052129 (2016).  
[100] Glassy dynamics of dense particle assemblies on a spherical substrate  
  Julien-Piera Vest, Gilles Tarjus & Pascal Viot, J. Chem. Phys.,  148, 164501, (2018)  
[101] Two-temperature Brownian dynamics of a particle in a confining potential  
  Vincent Mancois, Bruno Marcos, Pascal Viot,  & David Wilkowski, Phys. Rev. E,  97, 052121, (2018),  
[102] Optimizing the Throughput of Particulate Streams Subject to Blocking  
  Gregory  Page , Jacques Resing , Pascal Viot & Julian Talbot J. Stat Mech 063213 (2018)
 		  
[103] Stochastic models of multi-channel particulate transport with blockage  
  Chloé Barré, Gregory Page, Julian Talbot and Pascal Viot J. Phys. Cond. Mat  30 304004 (2018)
[104] Recurrence dynamics of particulate transport with reversible blockage: From a single channel to a bundle of coupled channels  
  Chloé Barré, Gregory Page, Julian Talbot and Pascal Viot Phys. Rev. E 99 042119 (2019)  
[105] Synchronized states of one dimensional long-range systems induced by inelastic collisions  
  Michael Joyce, Jules Morand and Pascal Viot J. Phys. A: Math. Gen. 52 494001 (2019)  
[106] Anisotropic long-range interaction investigated with cold atoms  
  Vincent Mancois,Julien Barré, Chang Chi Kwong, Alain Olivetti, Pascal Viot, and David Wilkowski Phys. Rev. A. 52 003300 (2020)  
[107] Emergent Potts order in the kagome J1 − J3 Heisenberg model  
  Vincent Grison, Pascal Viot, Bernard Bernu, and Laura Messio, Phys. Rev. B 102 214424  (2020)  

 

Numerical simulation (2021-2022)

 

 

 

  • Document  (Version 2021-2022)   pdf format.
  • Table of contents

    • Ch. 1: Monte Carlo and Molecular dynamics: basic methods

    • Ch. 2: How to compute observables

    • Ch. 3: Phase transitions

    • Ch. 4: Advanced methods in simulation

    • Ch. 5: Simulation of small systems

    • Ch. 6: Out of equilibrium statistical physics

Présentation

 

 

 

 

Marié, six enfants   Né le 19 Juillet 1958 à Nanterre (92),

Personnel : 20, rue Louis, 94260 Fresnes

 

Formation

1975 Baccalauréat Série C (Académie de Paris)
1978 E.N.S. Cachan
1979 Licence de Physique (Orsay)
1980 Maîtrise de Physique et Licence de Mathématiques (Orsay)
1981 Agrégation de Physique
1982 DEA : Physique Atomique et Moléculaire (Université Paris VI)
1984 Thèse de troisième cycle : "Mécanique Statistique du Gaz Coulombien bidimensionnel", Université Paris VI, (Directeur : J.P. HANSEN)
1989 Thèse d'Université : "étude par spectroscopie Raman des cinétiques chimiques rapides en phase liquide", Université Paris VI, (Directeur S. BRATOS)
1993 Habilitation à diriger des recherches :"Adsorption irréversible de macromolécules aux interfaces liquide solide", Université Pierre & Marie Curie.

Expérience professionnelle

1978-1982 Elève E.N.S. de Cachan
1982-1984 Boursier D.G.R.S.T.
1984-1989 Chargé de Recherche 2ème classe C.N.R.S.
1989-2002 Chargé de Recherche 1ère classe C.N.R.S.
2002- 2009 Directeur de Recherche 2ème classe C.N.R.S.
2009-2012

Professeur 1ère Classe UPMC
2012-2015 Professeur CE1 UPMC
2015- Professeur CE2 UPMC